FV18m_new - Sheet1 1122 2,4 6 3,25 4 ,11 5,9 6 ,4 7,7 8,7 9...

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3330,0 3331,0 3332,0 3333,0 3334 ,0 3335,0 3336 ,0 3337,0 3338,0 3339 ,0 P age 2 Sheet1 4 6 35,0 4 6 36 ,0 4 6 37,0 4 6 38,0 4 6 39 ,0 4 6 4 0,0 4 6 4 1,0 4 6 4 2,0 4 6 4 3,0 4 6 4 4 ,0 4 6 4 5,0 4 6 4 6 ,0 4 6 4 7,0 4 6 4 8,0 4 6 4 9 ,0 4 6 50,0 4 6 51,0 4 6 52,0 4 6 53,0 4 6 54 ,0 4 6 55,0 4 6 56 ,0 4 6 57,0 4 6 58,0 4 6 59 ,0 4 6 6 0,0 4 6 6 1,0 4 6 6 2,0 4 6 6 3,0 4 6 6 4 ,0 4 6 6 5,0 4 6 6 6 ,0 4 6 6 7,0 4 6 6 8,0 4 6 6 9 ,0 4 6 70,0 4 6 71,0 4 6 72,0 4 6 73,0 4 6 74 ,0 4 6 75,0 4 6 76 ,0 4 6 77,0 4 6 78,0 4 6 79 ,0 4 6 80,0 4 6 81,0 4 6 82,0 4 6 83,0 4 6 84 ,0 4 6 85,0 4 6 86 ,0 4 6 87,0 4 6 88,0 4 6 89 ,0 4 6 9 0,0 4 6 9 1,0 4 6 9 2,0 4 6 9 3,0 4 6 9 4 ,0 4 6 9 5,0 4 6 9 6 ,0 4 6 9 7,0 4 6 9 8,0 4 6 9 9 ,0 4 700,0 4 701,0 4 702,0 4 703,0 4 704 ,0 4 705,0 4 706 ,0 4 707,0 4 708,0 4 709 ,0 4 710,0 4 711,0 4 712,0 4 713,0 4 714 ,0 4 715,0 4 716 ,0 4 717,0 4 718,0 4 719 ,0 4 720,0 4 721,0 4 722,0 4 723,0 4 724 ,0 4 725,0 4 726 ,0 4 727,0 4 728,0 4 729 ,0 4 730,0 4 731,0 4 732,0 4 733,0 4 734 ,0 4 735,0 4 736 ,0 4 737,0 4 738,0 4 739 ,0 4 74 0,0 4 74 1,0 4 74 2,0 4 74 3,0 4 74 4 ,0 4 74 5,0 4 74 6 ,0 4 74 7,0 4 74 8,0 4 74 9 ,0 4 750,0 4 751,0 4 752,0 4 753,0 4 754 ,0 4 755,0 4 756 ,0 4 757,0 4 758,0 4 759 ,0 4 76 0,0 4 76 1,0 4 76 2,0 4 76 3,0 4 76 4 ,0 4 76 5,0 4 76 6 ,0 4 76 7,0 4 76 8,0 4 76 9 ,0 4 770,0 4 771,0 4 772,0 4 773,0 4 774 ,0 4 775,0 4 776 ,0 4 777,0 4 778,0 4 779 ,0 4 780,0 4 781,0 4 782,0 4 783,0 4 784 ,0 4 785,0 4 786 ,0 4 787,0 4 788,0 4 789 ,0 4 79 0,0 4 79 1,0 4 79 2,0 4 79 3,0 4 79 4 ,0 4 79 5,0 4 79 6 ,0 4 79 7,0 4 79 8,0 4 79 9 ,0 4 800,0 4 801,0 4 802,0 4 803,0 4 804 ,0 4 805,0 4 806 ,0 4 807,0 4 808,0 4 809 ,0 4 810,0 4 811,0 4 812,0 4 813,0 4 814 ,0 4 815,0 4 816 ,0 4 817,0 4 818,0 4 819 ,0 4 820,0 4 821,0 4 822,0 4 823,0 4 824 ,0 4 825,0 4 826 ,0 4 827,0 4 828,0 4 829 ,0 4 830,0 4 831,0 4 832,0 4 833,0 4 834 ,0 4 835,0 4 836 ,0 4 837,0 4 838,0 4 839 ,0 4 84 0,0 4 84 1,0 4 84 2,0 4 84 3,0 4 84 4 ,0 4 84 5,0 4 84 6 ,0 4 84 7,0 4 84 8,0 4 84 9 ,0 4 850,0 4 851,0 4 852,0 4 853,0 4 854 ,0 4 855,0 4 856 ,0 4 857,0 4 858,0 4 859 ,0 4 86 0,0 4 86 1,0 4 86 2,0 4 86 3,0 4 86 4 ,0 4 86 5,0 4 86 6 ,0 4 86 7,0 4 86 8,0 4 86 9 ,0 4 870,0 4 871,0 4 872,0 4 873,0 4 874 ,0 4 875,0 4 876 ,0 4 877,0 4 878,0 4 879 ,0 4 880,0 4 881,0 4 882,0 4 883,0 4 884 ,0 4 885,0 4 886 ,0 4 887,0 4 888,0 4 889 ,0 4 89 0,0 4 89 1,0 4 89 2,0 4 89 3,0 4 89 4 ,0 4 89 5,0 4 89 6 ,0 4 89 7,0 4 89 8,0 4 89 9 ,0 4 9 00,0 4 9 01,0 4 9 02,0 4 9 03,0 4 9 04 ,0 4 9 05,0 4 9 06 ,0 4 9 07,0 4 9 08,0 4 9 09 ,0 4 9 10,0 4 9 11,0 4 9 12,0 4 9 13,0 4 9 14 ,0 4 9 15,0 4 9 16 ,0 4 9 17,0 4 9 18,0 4 9 19 ,0 4 9 20,0 4 9 21,0 4 9 22,0 4 9 23,0 4 9 24 ,0 4 9 25,0 4 9 26 ,0 4 9 27,0 4 9 28,0 4 9 29 ,0 4 9 30,0 4 9 31,0 4 9 32,0 4 9 33,0 4 9 34 ,0 4 9 35,0 4 9 36 ,0 4 9 37,0 4 9 38,0 4 9 39 ,0 4 9 4 0,0 4 9 4 1,0 4 9 4 2,0 4 9 4 3,0 4 9 4 4 ,0 4 9 4 5,0 4 9 4 6 ,0 4 9 4 7,0 4 9 4 8,0 4 9 4 9 ,0 4 9 50,0 4 9 51,0 4 9 52,0 4 9 53,0 4 9 54 ,0 4 9 55,0 4 9 56 ,0 4 9 57,0 4 9 58,0 4 9 59 ,0 4 9 6 0,0 4 9 6 1,0 4 9 6 2,0 4 9 6 3,0 4 9 6 4 ,0 4 9 6 5,0 4 9 6 6 ,0 4 9 6 7,0 4 9 6 8,0 4 9 6 9 ,0 4 9 70,0 4 9 71,0 4 9 72,0 4 9 73,0 4 9 74 ,0 4 9 75,0 4 9 76 ,0 4 9 77,0 4 9 78,0 4 9 79 ,0 4 9 80,0 4 9 81,0 4 9 82,0 4 9 83,0 4 9 84 ,0 4 9 85,0 4 9 86 ,0 4 9 87,0 4 9 88,0 4 9 89 ,0 4 9 9 0,0 4 9 9 1,0 4 9 9 2,0 4 9 9 3,0 4 9 9 4 ,0 4 9 9 5,0 4 9 9 6 ,0 4 9 9 7,0 4 9 9 8,0 4 9 9 9 ,0 5000,0 5001,0 5002,0 5003,0 5004 ,0 5005,0 5006 ,0 5007,0 5008,0 5009 ,0 5010,0 5011,0 5012,0 5013,0 5014 ,0 5015,0 5016 ,0 5017,0 5018,0 5019 ,0 5020,0 5021,0 5022,0 5023,0 5024 ,0 5025,0 5026 ,0 5027,0 5028,0 5029 ,0 5030,0 5031,0 5032,0 5033,0 5034 ,0 5035,0 5036 ,0 5037,0 5038,0 5039 ,0 504 0,0 504 1,0 504 2,0 504 3,0 504 4 ,0 504 5,0 504 6 ,0 504 7,0 504 8,0 504 9 ,0 5050,0 5051,0 5052,0 5053,0 5054 ,0 5055,0 5056 ,0 5057,0 5058,0 5059 ,0 506 0,0 506 1,0 506 2,0 506 3,0 506 4 ,0 506 5,0 506 6 ,0 506 7,0 506 8,0 506 9 ,0 5070,0 5071,0 5072,0 5073,0 5074 ,0 5075,0 5076 ,0 5077,0 5078,0 5079 ,0 5080,0 5081,0 5082,0 5083,0 5084 ,0 5085,0 5086 ,0 5087,0 5088,0 5089 ,0 509 0,0 509 1,0 509 2,0 509 3,0 509 4 ,0 509 5,0 509 6 ,0 509 7,0 509 8,0 509 9 ,0 5100,0 5101,0 5102,0 5103,0 5104 ,0 5105,0 5106 ,0 5107,0 5108,0 5109 ,0 5110,0 5111,0 5112,0 5113,0 5114 ,0 5115,0 5116 ,0 5117,0 5118,0 5119 ,0 5120,0 5121,0 5122,0 5123,0 5124 ,0 5125,0 5126 ,0 5127,0 5128,0 5129 ,0 5130,0 5131,0 5132,0 5133,0 5134 ,0 5135,0 5136 ,0 5137,0 5138,0 5139 ,0 514 0,0 514 1,0 514 2,0 514 3,0 514 4 ,0 514 5,0 514 6 ,0 514 7,0 514 8,0 514 9 ,0 5150,0 5151,0 5152,0 5153,0 5154 ,0 5155,0 5156 ,0 5157,0 5158,0 5159 ,0 516 0,0 516 1,0 516 2,0 516 3,0 516 4 ,0 516 5,0 516 6 ,0 516 7,0 516 8,0 516 9 ,0 5170,0 5171,0 5172,0 5173,0 5174 ,0 5175,0 5176 ,0 5177,0 5178,0 5179 ,0 5180,0 5181,0 5182,0 5183,0 5184 ,0 5185,0 5186 ,0 5187,0 5188,0 5189 ,0 519 0,0 519 1,0 519 2,0 519 3,0 519 4 ,0 519 5,0 519 6 ,0 519 7,0 519 8,0 519 9 ,0 5200,0 5201,0 5202,0 5203,0 5204 ,0 5205,0 5206 ,0 5207,0 5208,0 5209 ,0 5210,0 5211,0 5212,0 5213,0 5214 ,0 5215,0 5216 ,0 5217,0 5218,0 5219 ,0 5220,0 5221,0 5222,0 5223,0 5224 ,0 5225,0 5226 ,0 5227,0 5228,0 5229 ,0 5230,0 5231,0 5232,0 5233,0 5234 ,0 5235,0 5236 ,0 5237,0 5238,0 5239 ,0 524 0,0 524 1,0 524 2,0 524 3,0 524 4 ,0 524 5,0 524 6 ,0 524 7,0 524 8,0 524 9 ,0 5250,0 5251,0 5252,0 5253,0 5254 ,0 5255,0 5256 ,0 5257,0 5258,0 5259 ,0 526 0,0 526 1,0 526 2,0 526 3,0 526 4 ,0 526 5,0 526 6 ,0 526 7,0 526 8,0 526 9 ,0 5270,0 5271,0 5272,0 5273,0 5274 ,0 5275,0 5276 ,0 5277,0 5278,0 5279 ,0 5280,0 5281,0 5282,0 5283,0 5284 ,0 5285,0 5286 ,0 5287,0 5288,0 5289 ,0 529 0,0 529 1,0 529 2,0 529 3,0 529 4 ,0 529 5,0 529 6 ,0 529 7,0 529 8,0 529 9 ,0 5300,0 5301,0 5302,0 5303,0 5304 ,0 5305,0 5306 ,0 5307,0 5308,0 5309 ,0 5310,0 5311,0 5312,0 5313,0 5314 ,0 5315,0 5316 ,0 5317,0 5318,0 5319 ,0 5320,0 5321,0 5322,0 5323,0 5324 ,0 5325,0 5326 ,0 5327,0 5328,0 5329 ,0 5330,0 5331,0 5332,0 5333,0 5334 ,0 5335,0 5336 ,0 5337,0 5338,0 5339 ,0 534 0,0 534 1,0 534 2,0 534 3,0 534 4 ,0 534 5,0 534 6 ,0 534 7,0 534 8,0 534 9 ,0 5350,0 5351,0 5352,0 5353,0 5354 ,0 5355,0 5356 ,0 5357,0 5358,0 5359 ,0 536 0,0 536 1,0 536 2,0 536 3,0 536 4 ,0 536 5,0 536 6 ,0 536 7,0 536 8,0 536 9 ,0 5370,0 5371,0 5372,0 5373,0 5374 ,0 5375,0 5376 ,0 5377,0 5378,0 5379 ,0 5380,0 5381,0 5382,0 5383,0 5384 ,0 5385,0 5386 ,0 5387,0 5388,0 5389 ,0 539 0,0 539 1,0 539 2,0 539 3,0 539 4 ,0 539 5,0 539 6 ,0 539 7,0 539 8,0 539 9 ,0 54 00,0 54 01,0 54 02,0 54 03,0 54 04 ,0 54 05,0 54 06 ,0 54 07,0 54 08,0 54 09 ,0 54 10,0 54 11,0 54 12,0 54 13,0 54 14 ,0 54 15,0 54 16 ,0 54 17,0 54 18,0 54 19 ,0 54 20,0 54 21,0 54 22,0 54 23,0 54 24 ,0 54 25,0 54 26 ,0 54 27,0 54 28,0 54 29 ,0 54 30,0 54 31,0 54 32,0 54 33,0 54 34 ,0 54 35,0 54 36 ,0 54 37,0 54 38,0 54 39 ,0 54 4 0,0 54 4 1,0 54 4 2,0 54 4 3,0 54 4 4 ,0 54 4 5,0 54 4 6 ,0 54 4 7,0 54 4 8,0 54 4 9 ,0 54 50,0 54 51,0 54 52,0 54 53,0 54 54 ,0 54 55,0 54 56 ,0 54 57,0 54 58,0 54 59 ,0 54 6 0,0 54 6 1,0 54 6 2,0 54 6 3,0 54 6 4 ,0 54 6 5,0 54 6 6 ,0 54 6 7,0 54 6 8,0 54 6 9 ,0 54 70,0 54 71,0 54 72,0 54 73,0 54 74 ,0 54 75,0 54 76 ,0 54 77,0 54 78,0 54 79 ,0 54 80,0 54 81,0 54 82,0 54 83,0 54 84 ,0 54 85,0 54 86 ,0 54 87,0 54 88,0 54 89 ,0 54 9 0,0 54 9 1,0 54 9 2,0 54 9 3,0 54 9 4 ,0 54 9 5,0 54 9 6 ,0 54 9 7,0 54 9 8,0 54 9 9 ,0 5500,0 5501,0 5502,0 5503,0 5504 ,0 5505,0 5506 ,0 5507,0 5508,0 5509 ,0 5510,0 5511,0 5512,0 5513,0 5514 ,0 5515,0 5516 ,0 5517,0 5518,0 5519 ,0 5520,0 5521,0 5522,0 5523,0 5524 ,0 5525,0 5526 ,0 5527,0 5528,0 5529 ,0 5530,0 5531,0 5532,0 5533,0 5534 ,0 5535,0 5536 ,0 5537,0 5538,0 5539 ,0 554 0,0 554 1,0 554 2,0 554 3,0 554 4 ,0 554 5,0 554 6 ,0 554 7,0 554 8,0 554 9 ,0 5550,0 5551,0 5552,0 5553,0 5554 ,0 5555,0 5556 ,0 5557,0 5558,0 5559 ,0 556 0,0 556 1,0 556 2,0 556 3,0 556 4 ,0 556 5,0 556 6 ,0 556 7,0 556 8,0 556 9 ,0 5570,0 5571,0 5572,0 5573,0 5574 ,0 5575,0 5576 ,0 5577,0 5578,0 5579 ,0 5580,0 5581,0 5582,0 5583,0 5584 ,0 5585,0 5586 ,0 5587,0 5588,0 5589 ,0 559 0,0 559 1,0 559 2,0 559 3,0 559 4 ,0 559 5,0 559 6 ,0 559 7,0 559 8,0 559 9 ,0 56 00,0 56 01,0 56 02,0 56 03,0 56 04 ,0 56 05,0 56 06 ,0 56 07,0 56 08,0 56 09 ,0 56 10,0 56 11,0 56 12,0 56 13,0 56 14 ,0 56 15,0 56 16 ,0 56 17,0 56 18,0 56 19 ,0 56 20,0 56 21,0 56 22,0 56 23,0 56 24 ,0 56 25,0 56 26 ,0 56 27,0 56 28,0 56 29 ,0 56 30,0 56 31,0 56 32,0 56 33,0 56 34 ,0 56 35,0 56 36 ,0 56 37,0 56 38,0 56 39 ,0 56 4 0,0 56 4 1,0 56 4 2,0 56 4 3,0 56 4 4 ,0 56 4 5,0 56 4 6 ,0 56 4 7,0 56 4 8,0 56 4 9 ,0 56 50,0 56 51,0 56 52,0 56 53,0 56 54 ,0 56 55,0 56 56 ,0 Page 3 ...
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This note was uploaded on 01/28/2012 for the course STATISTICS 3010 taught by Professor Ooz during the Spring '11 term at Cornell University (Engineering School).

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